5.An account executive receives a base salary plus a commission. On $30,000 in monthly sales, an account executive would receive compensation of $3100. On $50,000 in monthly sales, an account executive would receive compensation of $4300. Determine a linear function that yields the compensation y of a sales executive for a given amount of monthly sales x(. )? Use this model to determine the compensation of an account executive who has $85,000 in monthly sales. $ ?
5.An account executive receives a base salary plus a commission. On $30,000 in monthly sales, an account executive would receive compensation of $3100. On $50,000 in monthly sales, an account executive would receive compensation of $4300. Determine a linear function that yields the compensation y of a sales executive for a given amount of monthly sales x(. )? Use this model to determine the compensation of an account executive who has $85,000 in monthly sales. $ ?
Chapter2: Building Blocks Of Managerial Accounting
Section: Chapter Questions
Problem 9EB: The cost data for BC Billing Solutions for the year 2020 is as follows: Using the high-low method,...
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5.An account executive receives a base salary plus a commission. On $30,000 in monthly sales, an account executive would receive compensation of $3100. On $50,000 in monthly sales, an account executive would receive compensation of $4300. Determine a linear function that yields the compensation y of a sales executive for a given amount of monthly sales x(. )?
$ ?
Use this model to determine the compensation of an account executive who has $85,000 in monthly sales.
6.A manufacturer of graphing calculators has determined that 8,000 calculators per week will be sold at a price of $85 per calculator. At a price of $80, it is estimated that 12,000 calculators will be sold. Determine a linear function that predicts the number of calculators that will be sold per week at a price of x dollars.
y =
Use this model to predict the number of calculators that will be sold at a price of $75.(. )?calculators
y =
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